Compara mètodes

	Hemodinàmica per CFD	Remodelació òssia per FEA	Model de Windkessel
Camp	Biomecànica	Biomecànica	Biomecànica
Família	Process / pipeline	Process / pipeline	Process / pipeline
Any d'origen	2002	1987	1969
Autor original	David Steinman	Rik Huiskes	Nikolaos Westerhof
Tipus	Multi-physics finite element simulation	Multi-physics finite element pipeline	Physiological lumped-parameter modeling
Font seminal	Steinman, D. A., Vinh, B., Ethier, C. R., Ojha, M., Cobbold, R. S., & Johnston, K. W. (2002). A numerical simulation of flow in a two-dimensional end-to-side anastomosis model. Journal of Biomechanical Engineering, 115(1), 112-118.	Huiskes, R., Weinans, H., Grootenboer, H. J., Dalstra, M., Fudala, B., & Slooff, T. J. (1987). Adaptive bone-remodeling theory applied to prosthetic-design analysis. Journal of Biomechanics, 20(11-12), 1135-1150.	Westerhof, N., Bosman, F., De Vries, N. C., & Noordergraaf, A. (1969). Analog studies of the human systemic arterial tree. Journal of Biomechanics, 2(2), 121-143.
Àlies	Cardiovascular CFD, Blood flow simulation, Hemodynamic simulation	Bone remodeling simulation, Trabecular architecture adaptation, Mechano-regulation	Elastic chamber model, Arterial compliance model, Lumped parameter model
Relacionats	3	3	3
Resum	Computational fluid dynamics (CFD) for hemodynamics solves the Navier-Stokes equations to simulate blood flow in realistic vascular geometries. Pioneered by researchers such as David Steinman, CFD hemodynamics reveals complex flow patterns, wall shear stress distributions, and hemodynamic factors implicated in atherosclerosis, aneurysm rupture, and device-induced thrombosis.	Finite element analysis (FEA) for bone remodeling predicts how bone tissue density and architecture adapt to changes in mechanical loading over time. Pioneered by Rik Huiskes and Donald Carter in the 1980s, this computational approach integrates stress analysis with biophysical remodeling rules to simulate the long-term response of bone to disease, aging, or surgical intervention.	The Windkessel model is a lumped-parameter representation of the arterial system that captures the pulsatile dynamics of blood flow and pressure using simple mechanical analogs (resistors and capacitors). Named after the German word for air chamber, it was formalized by Westerhof and colleagues in the late 1960s and remains fundamental to understanding arterial hemodynamics and blood pressure regulation.